Mappings of Baire spaces into function spaces and Kadeč renorming
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Publication:1802727
DOI10.1007/BF02801567zbMath0794.54036OpenAlexW2144058083MaRDI QIDQ1802727
Publication date: 29 June 1993
Published in: Israel Journal of Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/bf02801567
Related Items (19)
Universally meager sets and principles of generic continuity and selection in Banach spaces ⋮ Baire trees, bad norms and the Namioka property ⋮ Fragmentability of groups and metric-valued function spaces ⋮ Eberlein theorem and norm continuity of pointwise continuous mappings into function spaces ⋮ Universally meager sets. II ⋮ A weak Asplund space whose dual is not weak$^*$ fragmentable ⋮ Continuity points of quasi-continuous mappings. ⋮ A dual differentiation space without an equivalent locally uniformly rotund norm ⋮ Fragmentability in Banach spaces: interaction of topologies ⋮ A weak Asplund space whose dual is not in Stegall’s class ⋮ Variational principles and topological games ⋮ Separate continuity, joint continuity and the Lindelöf property ⋮ On Banach spaces whose norm-open sets are \(F_\sigma \)-sets in the weak topology ⋮ Sigma-fragmentability and the property SLD in \(C(K)\) spaces ⋮ ON A PROBLEM OF TALAGRAND CONCERNING SEPARATELY CONTINUOUS FUNCTIONS ⋮ FRAGMENTABILITY BY THE DISCRETE METRIC ⋮ Some observations on \(C_p\)-theory and bibliography ⋮ Sigma-fragmentability of mappings into \(C_p(K)\) ⋮ Special issue on \(C_p(X)\)-theory
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- Separate continuity and joint continuity
- Pointwise and uniform convergence on a Corson compact space
- Solution of Kuratowski's problem on function having the Baire property, I
- Some Applications of Projective Resolutions of Identity
- Cartesian Products of Metric Baire Spaces
- A Counterexample to Several Questions about Scattered Compact Spaces
- A locally uniformly convex renorming for certain ℒ(K)
- σ‐fragmentable Banach spaces
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